Warren Edelstein
Professor of Applied Mathematics
Ph.D., Brown University

Research Interests:

Analysis of linear viscoelasticity and nonlinear creep, numerical analysis of flow-induced vibrations in tubes conveying fluids, numerical solution of boundary value problems arising in the quantum mechanics of semiconductors. Also computational mechanics and mathematics of finance.

Selected Publications:

• On Saint-Venant's Principle in Linear Viscoelasticity, Arch. Rat. Mech. Anal. (36) 1970, 366-380.
• A Priori Bounds for the Displacement Problem in Viscoelasticity, SIAM J. Appl. Math. (23) 1972, 396-408.
• On Bounds and Approximate Solutions for a Class of Transient Creep Problems, with P. G. Reichel, Int. J. Solids Structures (16) 1980, 107-118.
• On Stress Redistribution in Structures During Creep, with J. Hult, Int. J. Solids Structures (19) 1983, 915-924.
• A Finite Element Computation of the Flow-Induced Oscillations in a Cantilever Tube, with S. S. Chen and J. A. Jendrzejczyk, J. Sound and Vibration (107) 1986, 121-129.